2,111 research outputs found

    Aeroelastic loads prediction for an arrow wing. Task 1: Evaluation of R. P. White's method

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    The separated flow method is evaluated. This method was developed for moderately swept wings with multiple, constant strength vortex systems. The flow on the highly swept wing used in this evaluation is characterized by a single vortex system of continuously varying strength

    Power loss in open cavity diodes and a modified Child Langmuir Law

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    Diodes used in most high power devices are inherently open. It is shown that under such circumstances, there is a loss of electromagnetic radiation leading to a lower critical current as compared to closed diodes. The power loss can be incorporated in the standard Child-Langmuir framework by introducing an effective potential. The modified Child-Langmuir law can be used to predict the maximum power loss for a given plate separation and potential difference as well as the maximum transmitted current for this power loss. The effectiveness of the theory is tested numerically.Comment: revtex4, 11 figure

    Promoting fairness in Sheffield

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    In the light of growing inequalities, several urban areas in the UK established Fairness Commissions between 2010 and 2013. In one of these areas, Sheffield, there was an attempt to do something different and innovative. Sheffield on average was, and remains one of the least deprived major cities in England, but also one of the most unequal. Following the publication of the Commission’s report which included an analysis of evidence and 90 recommendations, Sheffield responded by pursuing a number of city-wide initiatives involving different stakeholders. These included monitoring progress towards a fairer city, action on the living wage, a city-wide campaign to promote Sheffield as the fairest city, and ‘Sheffield Money’ to provide support for those households facing financial exclusion. The continuation of austerity measures still creates severe challenges to the ambitions and work of the Sheffield Fairness Commission, but experiences have shown how leadership through example and the co-production of an active campaign can give articulation to a shared desire to address injustices in the city

    Connecting N-representability to Weyl's problem: The one particle density matrix for N = 3 and R = 6

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    An analytic proof is given of the necessity of the Borland-Dennis conditions for 3-representability of a one particle density matrix with rank 6. This may shed some light on Klyachko's recent use of Schubert calculus to find general conditions for N-representability
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